Units and Physical ConstantsMacmillan and Company, 1879 - 175 sider |
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Resultat 1-5 av 47
Side 1
... denote a definite length , and 7 the unit length , L ī is a ratio in the strict Euclidian sense , and is called the numerical value of L. The numerical value of a concrete quantity varies directly as the concrete quantity itself , and ...
... denote a definite length , and 7 the unit length , L ī is a ratio in the strict Euclidian sense , and is called the numerical value of L. The numerical value of a concrete quantity varies directly as the concrete quantity itself , and ...
Side 3
... denote respectively the unit velocity , the unit length , and the unit time . The numerical value of V is to be ... denote a concrete acceleration such that the velocity V is gained in the time T ' , and let a denote the unit of ...
... denote respectively the unit velocity , the unit length , and the unit time . The numerical value of V is to be ... denote a concrete acceleration such that the velocity V is gained in the time T ' , and let a denote the unit of ...
Side 5
... denote the unit acceleration based on the foot and second , and A will denote the unit acceleration based on the yard and minute . Equation ( 2 ) becomes 2 = 3x I I = u I I 200 ( 3 ) that is to say , an acceleration in which a yard per ...
... denote the unit acceleration based on the foot and second , and A will denote the unit acceleration based on the yard and minute . Equation ( 2 ) becomes 2 = 3x I I = u I I 200 ( 3 ) that is to say , an acceleration in which a yard per ...
Side 6
... denotes division of the quantity named before it by the quantity named after it . Thus , to compute velocity in feet per second , we must divide a number of feet by a number of seconds . * If velocity is continuously varying , let x be ...
... denotes division of the quantity named before it by the quantity named after it . Thus , to compute velocity in feet per second , we must divide a number of feet by a number of seconds . * If velocity is continuously varying , let x be ...
Side 7
... denote a velocity - the velocity with which the given distance would be described in the given time . The dis- tance can be expressed as a unit distance multiplied by a numerical quantity , and varies jointly as these two factors ; the ...
... denote a velocity - the velocity with which the given distance would be described in the given time . The dis- tance can be expressed as a unit distance multiplied by a numerical quantity , and varies jointly as these two factors ; the ...
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Acetic ether BALFOUR STEWART body Brewster C.G.S. system C.G.S. units Cambridge Carbonic acid cell centimetre Chemistry chloride coefficients of resilience College compression Copper Crown 8vo cubic centim denote density dimensions distance dynes dynes per square earth's electricity electromagnetic units electromotive force electrostatic unit ELEMENTARY TREATISE employed equal equation ergs Ether farad Fcap following table fundamental units given Glass gramme gramme-degree gravity Hence Hydrogen indices of refraction intensity Iron liquid magnetic mean megadyne per square mercury multiplied Nitrous oxide numerical value numerous Illustrations Owens College oxide P. G. TAIT Philosophy Physical Platinum pound pressure Professor quotient radius ratio refraction Regnault resistance rhombus Royal Science scientific Second Edition shear silver solid specific heat specimens square centim strain stress substance sulphate temperature thermal capacity tion unit mass unit of length unit of mass value of g velocity volume weight wire Young's modulus Zinc ΙΟ
Populære avsnitt
Side 7 - FR-S., late Fellow and Assistant Tutor of St. Peter's College, Cambridge ; Examiner in the University of London.
Side 4 - CLIFFORD— THE ELEMENTS OF DYNAMIC. An Introduction to the Study of Motion and Rest in Solid and Fluid Bodies. By WK CLIFFORD, FRS, Professor of Applied Mathematics and Mechanics at University College, London. Part I.— KINETIC.
Side 15 - SOUND : a Series of Simple, Entertaining, and Inexpensive Experiments in the Phenomena of Sound, for the use of Students of every age.
Side 8 - MATHEMATICAL PROBLEMS, on Subjects included in the First and Second Divisions of the Schedule of subjects for the Cambridge Mathematical Tripos Examination. Devised and arranged by JOSEPH WOLSTENHOLME, D.Sc., late Fellow of Christ's College, sometime Fellow of St.
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Side 19 - PHYSICS. LESSONS IN ELEMENTARY PHYSICS. By "BALFOUR STEWART, FRS, Professor of Natural Philosophy in Owens College, Manchester. With numerous Illustrations and Chromoliths of the Spectra of the Sun, Stars, and Nebulae.